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if P(E)=0.33, what are the odds against E?
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\[\text{Odds against $E$}=\frac{P(E')}{P(E)}=\frac{1-P(E)}{P(E)}\]
why is it not just 1-.33 @SithsAndGiggles .
Can you help me with my question? Please.
1 - .33 is just the probability of "not E". OP is looking for odds.
ok.
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it says _ to _ (type integers with no factors)
@mvesling, do you mean as a decimal?
out of 100 you lose 33, win 77
no that is wrong sorry
yes
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out of 100 you lose 67, win 33 better
odds against are losses to wins
so 67 to 33?
thx
yes
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